geood 0.1.1

Geometric OOD detection for LLM hidden states

GeoOD

Geometric out-of-distribution detection for LLM hidden states.

Perplexity misses OOD inputs when the model is fluent in the OOD domain. GeoOD detects them using hidden-state geometry (Mahalanobis distance + intrinsic dimensionality).

Paper: The Geometric Blind Spot of Perplexity: When Low Loss Hides Out-of-Distribution

Why GeoOD?

Perplexity-based OOD detection has a blind spot: it cannot distinguish "the model knows this domain" from "this input belongs to the task distribution." Code snippets score lower perplexity than math problems on a math-trained model — but their hidden states collapse to 4 dimensions (vs 34 for math). GeoOD catches this.

Method	Code AUROC (LLaMA-3-8B)	Code AUROC (Mistral-7B)
Perplexity	0.352	0.150
GeoOD	1.000	1.000

Installation

pip install geood

Quick start

import geood

# 1. Calibrate with in-distribution reference texts (50+ recommended)
detector = geood.calibrate("gpt2", ref_texts)

# 2. Detect OOD inputs
result = detector.detect("def quicksort(arr): ...")

print(result.is_ood)     # True
print(result.score)      # 0.97
print(result.explain())  # "OOD detected: ref_dim=33.8, mahalanobis=12.3"

# 3. Save for deployment (no pickle — safe to share)
detector.save("my_detector")
detector = geood.load("my_detector")

Works with any HuggingFace causal LM. Detection is strongest with 7B+ models; GPT-2 works for testing but produces weaker separation.

Minimal example (runs on CPU)

import geood

# Calibrate on English sentences
ref_texts = [
    "The weather today is sunny and warm.",
    "She walked to the store to buy groceries.",
    "The meeting was scheduled for three o'clock.",
    # ... 50+ reference texts recommended for reliable calibration
]

detector = geood.calibrate("gpt2", ref_texts)

# Test: in-distribution (low score)
result = detector.detect("He drove to work in the morning.")
print(result.score)  # ~0.5 (in-distribution range)

# Test: out-of-distribution (higher score)
result = detector.detect("def fibonacci(n): return n if n < 2 else fibonacci(n-1) + fibonacci(n-2)")
print(result.score)  # ~0.7+ (OOD range)
print(result.explain())

# Note: GPT-2 produces moderate separation. Use 7B+ models for strong OOD detection.

API

geood.calibrate(model, ref_texts, tokenizer=None, layer="auto")

Calibrate a detector from reference in-distribution texts.

• model — HuggingFace model name (str) or a loaded PreTrainedModel
• ref_texts — list of in-distribution reference strings (50+ recommended)
• tokenizer — required when model is an object
• layer — "auto" selects the best layer automatically, or pass an int

Returns a Detector. The model is cached internally for subsequent detect() calls.

detector.detect(input_text)

Score one or more texts against the calibrated reference.

• Pass a single str to get a single DetectionResult
• Pass a list[str] to get a list[DetectionResult] (batch detection also computes intrinsic_dim)

DetectionResult

Field	Type	Description
is_ood	bool	Whether the input is out-of-distribution
score	float	OOD score (0 = in-distribution, 1 = OOD)
mahalanobis	float	Raw Mahalanobis distance
intrinsic_dim	int | None	Intrinsic dimensionality (available in batch mode)
reference_dim	float	Reference corpus dimensionality
layer	int	Transformer layer used
explain()	str	Human-readable explanation

detector.save(path) / geood.load(path)

Serialize and load detectors. Files are saved as .npz (numpy compressed). No pickle — safe to load from untrusted sources.

Detector.calibrate_from_vectors(hidden_states, layer_indices)

Calibrate directly from pre-extracted hidden state vectors. Useful for testing or custom extraction pipelines.

How it works

1. Calibrate: Run a forward pass on reference texts. Extract hidden states at candidate layers. Compute centroid, covariance, and intrinsic dimensionality. Auto-select the layer with highest representational capacity.

2. Detect: Run a forward pass on new input. Compute Mahalanobis distance to the calibrated reference. OOD inputs produce geometrically distinct representations — even when the model assigns them low perplexity.

Supported models

Any HuggingFace causal LM with a standard transformer architecture:

• GPT-2, GPT-Neo, GPT-J
• LLaMA, Llama-2, Llama-3
• Mistral, Mixtral
• Qwen, Gemma, Phi

Development

git clone https://github.com/seetrex-ai/geood
cd geood
pip install -e ".[dev]"
pytest

Citation

@article{tabares2026geood,
  title={The Geometric Blind Spot of Perplexity: When Low Loss Hides Out-of-Distribution},
  author={Tabares Montilla, Jesus},
  year={2026},
  doi={10.5281/zenodo.19039654}
}

License

MIT